Newform data - 31.31.b.a

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 29791, 'analytic_conductor': 176.74421189823627, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 31, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [31, 2, [3], [1]], 'cm_discs': [-31], 'conrey_index': 30, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-13425, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 69239570463, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 31, 2, -1, 2, -31]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '31.31.b.a', 'level': 31, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [31], 'level_radical': 31, 'minimal_twist': '31.31.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+13425q^{2}-893511199q^{4}-38148912726q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '30.2.1.d2', 'self_twist_discs': [-31], 'self_twist_type': 1, 'space_label': '31.31.b', 'trace_display': [13425, 0, -38148912726, 2309983432850], 'trace_hash': 1948206438451205320, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.968', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.100', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.923', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.419', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.853', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [1, 13425, 0, -893511199, -38148912726, 0, 2309983432850, -26410371833775, 205891132094649, -512149153346550, 0, 0, 0, 31011527586011250, 0, 604841102710257601, 0, 2764088448370662825, -29124108786553380902, 34086480750354618474, 0, 0, 0, 0, 524016967560486235451, 0, 0, -2063996066755939487150, 0, 0, -23465261991844685929951, 36477912629201001599025, 0, 0, -88123356378300531449100, -183966032301357209474151, 0, -390991160459479138609350, 0, 1007526970147891054120650, -2371858500083286371982798, 0, 0, 0, -7854522829336102272603174, 0, -23818222228821415965913950, 0, -17203316830650787628740749, 7034927789499527710929675, 0, 0, 0, 0, 0, -61007521391428524074508750, 0, 0, 724897658811798899508284202, 0, 0, -315021142240514908609592175, 475605104109370108135819650, -159727211807259893540693599, 0, 0, -4431353787616343531323809350, 0, 0, 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-121664914294222094546343466550912961186301500, 0, 0, 48432208456565073958379874937105979764629650, 0, 0, 0, 72500247023332637396033824360125562595485050, 199452005448996845772311817339898492235512050, 0, 35893137165387123894127017863122005420143400, 0, 141899646302753408342933989710278499220447450, -58355349467558605059797285162561873074383150, 0, 0, 0, -47551489325262444422522684628711649216955925, 0, 0, 0, -94209994020786508723317587683339266151413750, -181641047360155873952723474683675096351908750, 0, 0, 0, 0, 0, 693684495294498852458856793279099362905382900, 0, 0, -95430493556839400357648669228604497251548750, 0, 0, 0, -96401322380691663787673040216202325284327101, 0, 0, 0, -324692784338608332553322585289135281880138750, 0, 0, 382314711712131945797855058146319958599858250, -137855210751449970534240161274117363242564550, 95059054297813801300472822687546671377986202, 0, 0, 0, 0, 0, 0, 0, -236872537134239550259563625623578185757630700, 0, -527853672133868877778035249673108514456133902, 0, 0, 0, 0, 0, 0, 0, -620398375849567997713696244502302537744001150, 0, 0, 0, 501031270865418265061165868172123710805775598, -399457334454369397496895705971682207889822350, 0, 101554779914398712793960119574968319536456250, 0, 0, 581274367232980910476027799015207477844276850, -137423050228039675336211652620857121955187500, 0, -811879373510389672130046042179814140964312300, 0, 0, 0, 438447899307812529099162671726064620938719402, 0, 0, 0, 0, 0, -204886002246931748234395530668872808810066850, 0, 0, 0, 0, -1082792862970789896234015158444201444651684652, 0, 0, 426931559293005900145147779036033760673906850, 0, 0, 550618520345910837374536871905139185678862401, 0, 281703061003543276792052511586646126346353850, 0, -1140796024765425774479529238853634329196739500, 0, 0, -460845202198407150881017454485443669996428775, 0, -496131983367874317464654323874436316679947500, -202815242443222260563177424852505352405449398, 0, 0, 0, 0, 0, 1019706723286695718949194647926146779953969250, 0, 0, -586400527990229696441633586264883872951997026, -565200597353423583037724053835300541603716598, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -855963776759821519072599530632548070139897775, 0, 324707995460620958582942179066159106540602500, 0, 0, 870179111111194650673939721149180016489878250, 0, 0, -410371384200363850993715358547980981998993100], 'weight': 31, 'weight_parity': -1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [13425], [0], [-893511199], [-38148912726], [0], [2309983432850], [-26410371833775], [205891132094649], [-512149153346550], [0], [0], [0], [31011527586011250], [0], [604841102710257601], [0], [2764088448370662825], [-29124108786553380902], [34086480750354618474], [0], [0], [0], [0], [524016967560486235451], [0], [0], [-2063996066755939487150], [0], [0], [-23465261991844685929951], [36477912629201001599025], [0], [0], [-88123356378300531449100], [-183966032301357209474151], [0], [-390991160459479138609350], [0], [1007526970147891054120650], [-2371858500083286371982798], [0], [0], [0], [-7854522829336102272603174], [0], [-23818222228821415965913950], [0], [-17203316830650787628740749], [7034927789499527710929675], [0], [0], [0], [0], [0], [-61007521391428524074508750], [0], [0], [724897658811798899508284202], [0], [0], [-315021142240514908609592175], [475605104109370108135819650], [-159727211807259893540693599], [0], [0], [-4431353787616343531323809350], [0], [0], [-1183056059378684634704167500], [10470557909797741648290338898], [-5437661355896565866994969975], [0], [0], [0], [26022717361679746447249721498], [0], [0], [0], [-23074030440391219285527130326], [42391158275216203514294433201], [-31842200363618119543869063150], [0], [0], [0], [0], [0], [0], [0], [-105446968983837173009697610950], [0], [0], [0], [-319759633421927509342394778750], [1111053084320754690370633158852], [0], [968725575598408671469629080450], [-230954528451486823915844555325], [0], [-468215028981314161260819315749]], 'ap': [[13425], [0], [-38148912726], [2309983432850], [0], [0], [0], [-29124108786553380902], [0], [0], [-23465261991844685929951], [0], [-2371858500083286371982798], [0], [-23818222228821415965913950], [0], [724897658811798899508284202], [0], [-4431353787616343531323809350], [10470557909797741648290338898], [0], [0], [0], [0], [968725575598408671469629080450], [461695719144012298592885499498], [-3013235050669245499135450026350], [1368213667765172233604246368650], [-2745142986991778472819019777702], [12294139074686324003427774238050], [0], [-102542959298193804039413081032902], [0], [0], [-788636686556196531196771400506998], [0], [1705963828420775017545145282742650], [-2672227786319783063240422204399750], [0], [3189210533156364917427331518620250], [0], [0], [28383321714771271361816875662539202], [29903762473102620043450441976133250], [0], [0], [62314328596943147854756305959412698], [0], [154284815798318797047601595057475450], [0], [447064720510984213748948999990857650], [0], [0], [0], [-1937246647017547571272564542157981950], [0], [0], [0], [0], [-8291542875776143710063181052399329902], [10856132036646244200515009275490614250], [-14843520682420896551718837304648896150], [-27604977487083488836958181199806520550], [-42112008023749443078645526401913077198], [0], [23377221997364168120834787787401925050], [0], [0], [0], [264496647672795810492988467771010667002], [0], [422608620953353308077278468656966857298], [0], [96258235962774718430920238064211224650], [850222478421711401631311381997638082602], [0], [0], [3386520119526356216728416717115722650], [0], [0], [751374684238426399154757976498342161402], [-1389463666371934860072700733310794853398], [-1890373030096227019792624140200733751902], [0], [-4346767185665445442070561278403119037198], [-7017504210114451301550658300434954648150], [0], [0], [0], [0], [7564601855821133169010064772809558252250], [31801233466890569843213987265253911409602], [0], [0], [0], [63761247066908279033735618088974398883250], [0], [-106576583521047684982766996138859880257102], [0], [6727379909001170676061419418304914530298], [157254177619213263468385906794022124611450], [0], [-315123370349714570005571633065672042568550], [0], [0], [-262600502677381249945415592034544188197950], [0], [225576216425691273245764351242687362681250], [455505785949108659210521530499172566440498], [0], [950781986879558235581392579911255549798850], [0], [-522596052778861822250117999633918830548750], [0], [0], [0], [0], [0], [1918972276524932302461928713424732563946650], [-3416039540532092430420558436822571217393702], [-172582486362583939772854818100495265693302], [0], [0], [-350844185620277040002339960877517514834550], [3267874297586013692561233164557397024514202], [-2481704709880550793188625998692820448268998], [0], [0], [16750626454262465910237845238580920597345650], [-6424622261062427867941458831516383885874950], [0], [0], [-8165698071144611736078823281364691605057502], [0], [0], [-38881128801544330921812610344285864771121598], [0], [0], [0], [0], [-86052788803407316076745743575831009217582198], [0], [0], [0], [0], [73988825426435567851841531013625006797991698], [124145395016139794891315111328095945916272650], [137374113659547050213863822517724025739058450], [0], [0], [141899646302753408342933989710278499220447450], [0], [0], [-181641047360155873952723474683675096351908750], [382314711712131945797855058146319958599858250], [0], [-527853672133868877778035249673108514456133902], [0], [581274367232980910476027799015207477844276850], [0], [0], [0], [0], [-202815242443222260563177424852505352405449398], [1019706723286695718949194647926146779953969250], [0], [0], [870179111111194650673939721149180016489878250]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 69239570463, 'hecke_ring_character_values': [[3, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '31.31.b.a', 'level': 31, 'maxp': 997, 'weight': 31}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 29791, 'analytic_conductor': 176.74421189823627, 'char_conductor': 31, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [31, 2, [3], [1]], 'conrey_index': 30, 'cusp_dim': 79, 'dim': 79, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69239570463, 'hecke_orbit_dims': [1, 2, 76], 'label': '31.31.b', 'level': 31, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [31], 'level_radical': 31, 'mf_dim': 81, 'mf_new_dim': 81, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 79, 'sturm_bound': 82, 'trace_bound': 1, 'trace_display': [-2, 0, -2511316946, -2918669202394], 'traces': [79, -2, 0, 39740500474, -2511316946, 0, -2918669202394, 107754634269737, -5522355797705593, -2435540223427177, 0, 0, 0, -431828453518342405, 0, 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-6265520880649842742329582725095434786531552720, 0, 0, -1490857435515572784202276090524882948985088424, 0, 0, -3032304165574058937687969096534378126931798974, -5039929725193440415013701641622202391335048376, -2849542154256277871134144600767532343816790125, 0, 14584490201549382459593790215093945731272745596, -2607888609756164639630484404315176949792526250, 0, -3585113035740871723133295818006774499798117888, -14163110529215331318564367876552006859572415578], 'weight': 31, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 25166
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '31.31.b.a', 'source_level': 31, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '31.31.b.a', 'target_level': 31, 'twist_class_label': '31.31.b.a', 'twist_class_level': 31, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 31}
  • id: 25167
    {'conductor': 31, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -31, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '31.31.b.a', 'source_level': 31, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '31.31.b.a', 'target_level': 31, 'twist_class_label': '31.31.b.a', 'twist_class_level': 31, 'twisting_char_label': '31.b', 'twisting_char_orbit': 2, 'weight': 31}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 115375
    {'charpoly_factorization': [[[-13425, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 2}
  • id: 115376
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 3}
  • id: 115377
    {'charpoly_factorization': [[[38148912726, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 5}
  • id: 115378
    {'charpoly_factorization': [[[-2309983432850, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 7}
  • id: 115379
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 11}
  • id: 115380
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 13}
  • id: 115381
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 17}
  • id: 115382
    {'charpoly_factorization': [[[29124108786553380902, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 19}
  • id: 115383
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 23}
  • id: 115384
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 29}
  • id: 115385
    {'charpoly_factorization': [[[23465261991844685929951, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 31}
  • id: 115386
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 37}
  • id: 115387
    {'charpoly_factorization': [[[2371858500083286371982798, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 41}
  • id: 115388
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 43}
  • id: 115389
    {'charpoly_factorization': [[[23818222228821415965913950, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 47}
  • id: 115390
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 53}
  • id: 115391
    {'charpoly_factorization': [[[-724897658811798899508284202, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 59}
  • id: 115392
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 61}
  • id: 115393
    {'charpoly_factorization': [[[4431353787616343531323809350, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 67}
  • id: 115394
    {'charpoly_factorization': [[[-10470557909797741648290338898, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 71}
  • id: 115395
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 73}
  • id: 115396
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 79}
  • id: 115397
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 83}
  • id: 115398
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 89}
  • id: 115399
    {'charpoly_factorization': [[[-968725575598408671469629080450, 1], 1]], 'hecke_orbit_code': 69239570463, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '31.31.b.a', 'level': 31, 'portrait': 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', 'weight': 31}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5319475
    {'hecke_orbit_code': 69239570463, 'n': 1, 'trace_an': 1}
  • id: 5319476
    {'hecke_orbit_code': 69239570463, 'n': 2, 'trace_an': 13425}
  • id: 5319477
    {'hecke_orbit_code': 69239570463, 'n': 3, 'trace_an': 0}
  • id: 5319478
    {'hecke_orbit_code': 69239570463, 'n': 4, 'trace_an': -893511199}
  • id: 5319479
    {'hecke_orbit_code': 69239570463, 'n': 5, 'trace_an': -38148912726}
  • id: 5319480
    {'hecke_orbit_code': 69239570463, 'n': 6, 'trace_an': 0}
  • id: 5319481
    {'hecke_orbit_code': 69239570463, 'n': 7, 'trace_an': 2309983432850}
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